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hexagon abcdef → hexagon abcdef. how can the transformation shown be de…

Question

hexagon abcdef → hexagon abcdef. how can the transformation shown be described? check all that apply. dilation isometric transformation nonrigid transformation reflection rotation stretch

Explanation:

Step1: Analyze dilation

Dilation changes the size of a figure proportionally. The hexagons have different shapes and not just different sizes, so it's not dilation.

Step2: Analyze isometric transformation

Isometric transformations (translation, rotation, reflection) preserve shape and size. Here the shape has changed, so it's not an isometric transformation.

Step3: Analyze non - rigid transformation

Non - rigid transformations change the shape or size of a figure. The hexagon has changed its shape, so it is a non - rigid transformation.

Step4: Analyze reflection

Reflection flips a figure over a line. The orientation and shape change in a way that is not consistent with a simple reflection, so it's not a reflection.

Step5: Analyze rotation

Rotation turns a figure around a point. The shape change is not due to rotation, so it's not rotation.

Step6: Analyze stretch

The hexagon appears to be stretched vertically, which is a type of non - rigid transformation. So it is a stretch.

Answer:

nonrigid transformation, stretch